Priya tried to translate triangle by the directed line segment from to . She knows something went[br]wrong because the image isn’t congruent to the original figure.[br][br]Type your answer to these 2 questions in the box below:[br]What is one idea that Priya probably understands about translations? [br]What is one idea that Priya doesn’t understand about translations?[br][br][br][img]data:image/png;base64,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[/img][br][br][br]
Priya used the GeoGebra tools to rotate a triangle. The result is shown below. Precisely describe the rotation of the triangle. (Hint: Tell the name of the original object and describe all three necessary elements of the rotation.)[br][br]Be sure to try your rotation with the tools below to check if you are correct!